基本信息
职务职称：讲师
电子邮件：fanyang-m@ntu.edu.cn
部门：数学系
杨帆，男，理学博士。主要研究方向：流体相关的偏微分方程理论。主要关注血流、活性物质（Active Matter）中非线性偏微分方程的适定性等问题，以及Navier-Stokes方程弱解的不唯一性。在国内外发表SCI论文3篇。
教育经历
2020.09-2024.09，上海交通大学，应用数学，博士
2017.04-2019.03，东京大学，数理科学专攻，硕士
2014.09-2017.03，浙江理工大学，数学，硕士
2007.09-2011.07，江西农业大学，软件工程，学士
研究领域
Well-posedness and Long-time behavior of nonlinear evolution equations
Non-uniqueness for Navier-Stokes equations
Active liquid crystals and its application
Reduced model of blood flow and its application
教学与科研成果
F. Yang and J. Zhou*, Weak-strong uniqueness of the full coupled Navier-Stokes and Q-tensor system in dimension three, 2025, preprint.
F. Yang* and X. Yang, Global well-posedness and decay rates for the three dimensional incompressible active liquid crystals, 2025, preprint.
F. Yang and C. Li*, Weak-strong uniqueness for three dimensional incompressible active liquid crystals, Acta Mathematica Scientia, 2024, 1-26.
F. Yang* and X. Yang, Global well-posedness and decay estimates for the one-dimensional models of blood flow with a general parabolic velocity profile, Nonlinear Analysis: Real World Applications, 2024, 78: 104098.
F. Yang* and X. Yang, The proximal alternating iterative hard thresholding method for $l_0$ minimization, with complexity $\mathcal{O}(1/\sqrt{k})$, Journal of Computational and Applied Mathematics, 2017, 311: 115-129.
奖励与荣誉
辻国際奨学財団奨学金 2018-2019
